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Consider four points in a plane such that there exists an unit disk covering any three of them. Prove that there exists an unit disk covering all those four points
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|dw:1423746779282:dw|
so we need unit that satisfies |dw:1423746936554:dw|
yes we need to prove there exists some unit disk covering all four points
ok i can only think of one method, minimizing the area of the three small unit disks
hmm but sounds like giving a condition
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oh i thought of discrete disk problem only
whats that ?
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